[PDF] Top 20 ON GENERALIZED q-DIFFERENTIAL TRANSFORM
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ON GENERALIZED q-DIFFERENTIAL TRANSFORM
... establish generalized q-Taylor’s formula involving Caputo fractional ...define generalized q-differential transform and its inverse and establish some basic properties for this ... See full document
10
Linear fractional fuzzy differential equations with Caputo derivative
... fuzzy differential equations involving the Caputo generalized Hukuhara ...Laplace transform, we present the general form of solutions in terms of Mittag-Leffler ... See full document
14
Vol 2013
... This paper is organized as: In Section 2, we present formulation of the model with some basic definitions and notations related to this work. In Section 3, we show the non-negative solution and uniqueness of the model. ... See full document
19
q -differential graded algebras
... In order to construct a matrix example of ( q, σ , τ ) -differential graded algebra, we apply Theorem 4.1 to a generalized Clifford algebra. (9)[r] ... See full document
10
International Journal of Partial Differential Equations and Applications
... Integral Transform was introduced in this ...this transform were derived and presented such as the convolution identity, and step Heaviside ...Abel's Generalized equation and derived the Volterra ... See full document
7
A fractional-order HBV infection model with constant vaccination strategy
... multi-step generalized differential transform method are highly accurate and valid for a long time in the integer ...of differential equations of such ... See full document
21
Modulation of Generalized Canonical CS Transform
... itself generalized to the spaces of generalized functions as per ...This transform is used to solve ordinary or partial differential ...This transform is an important tool in signal ... See full document
5
Hankel Transform of (q,r)-Dowling Numbers
... Hankel transform of the se- quence of Bell number {B n )} [1] and that of r-Bell numbers {B n,r } [14] are ...Hankel transform of the sequence of generalized Bell numbers {G n,r,β } is given ... See full document
15
2. Generalized $q$-Hermite Polynomials and the $q$-Dunkl Heat Equation
... partial differential equation involving classical ...for generalized oper- ators lead to generalizations of the Hermite ...the generalized Hermite polynomials associated with a Sturm-Liouville ... See full document
28
Generalized Monotone Iterative Method for Caputo Fractional Integro-differential Equation
... the generalized monotone iterative technique to solve Caputo fractional integro-differential equation of order q with periodic boundary condition, via initial value problem (IVP) where 0 < ... See full document
14
3. Generalized q-Bessel operator
... One of the famous formulations of the uncertainty principle is stated by the so- called Hardy’s theorem [14], and many interesting results about this theorem was proved in the last years [18, 7, 11, 1]. In this section, ... See full document
18
q-SUMUDU TRANSFORMS OF PRODUCT OF GENERALIZED
... Watugala, Sumudu transform: a new integral transform to solve differential equations and control. 195[r] ... See full document
9
Study on the generalized \((p,q)\)-Laplacian elliptic systems, parabolic systems and integro-differential systems
... In this paper, we present the abstract results for the existence and uniqueness of the solution of nonlinear elliptic systems, parabolic systems and integro-differential systems involving the generalized (p, ... See full document
24
q Laplace Transform
... The Laplace transform provides an effective method for solving linear differential equations with constant coef- ficients and certain integral equations. Laplace transforms on time scales, which are ... See full document
5
Vol 8, No 8 (2017)
... applied q-homotopy analysis method (q-HAM) to obtain an approximation of the analytic solution of the fractional Korteweg–de Vries (KdV) ...the q-homotopy analysis method (q-HAM) are compared ... See full document
9
Harmonic Analysis Associated with the Generalized q-Bessel Operator
... In section 3, we give some facts about harmonic analysis related to the generalized q -Bessel operator ∆ q,α,n , we define the generalized q -Bessel transform and we give.. some propriet[r] ... See full document
7
Solving linear Volterra–Fredholm integro- differential equations of fractional order by using Generalized Differential Transform Method
... fractional differential equations of a range of forms and classes, carry on to draw increasing attention from many ...and Differential Transform method (DTM), [18], ... See full document
12
Inversion Theorem of Distributional Fourier-Stieltjes Transform
... Fourier-Stieltjes transform in the distributional sense. The generalized function is one of the most important branch of mathematics that has enormous application in practical ...Fourier Transform ... See full document
8
Mahgoub transform of Boehmians
... Mahgoub transform and other integral transform Sudhanshu Aggarwal [1, 3] gave the Solution of Linear volterra Integro Differential Equation of Second kind as well as the application for solving ... See full document
7
INTEGRAL TRANSFORMS OF THE GALUE TYPE STRUVE FUNCTION
... Euler transform, Laplace transform, Whittakar transform, K-transform and Fractional Fourier transform of the Galu´ e type Struve function recently introduced by ... See full document
8
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